Question: Consider the sequences $left(r_{n} ight)$ and $left(s_{n} ight)$ defined recursively by $$ r_{0}=1, quad s_{0}=0, quad text { and } quad r_{n+1)=r_{n} / 2, quad

Consider the sequences $\left(r_{n} ight)$ and $\left(s_{n} ight)$ defined recursively by $$ r_{0}=1, \quad s_{0}=0, \quad \text { and } \quad r_{n+1)=r_{n} / 2, \quad s_{n+1)=s_{n}+r_{n+1} \quad \text { for } \quad n \geq 0 $$ CS.VS. 1119
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